Applied Mathematics · Vol. 9, Issue 3 · pp. 147–164
Benchmark Results for Combinatorial Game Complexity Across 674 Test Problems
Gülsüm Quliyev
Harvard University
Abstract
Despite sustained attention from the research community, combinatorial game complexity remains difficult to study outside well-funded laboratories. We assemble a dataset of 1616 observations and evaluate three competing models under matched conditions. Results show a 25% gain in accuracy alongside a marked reduction in variance between replicates. We discuss limitations and outline directions for follow-up work at the undergraduate level.
Related papers in Applied Mathematics
View all →MR-2025-0415Benchmark Results for Sparse Matrix Optimization Across 237 Test ProblemsMR-2025-0403Benchmark Results for Epidemic Spread Modeling Across 493 Test ProblemsMR-2025-0391Benchmark Results for Optimal Transport Approximation Across 141 Test ProblemsMR-2025-0379Convergence of Random Matrix Spectral Bounds Across 59 Test Problems